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Defense Intelligence Reference Document Warp Drive Dark Energy And The Manipulation Of Extra Dimensions

Defense Intelligence Agency · 33 pages · text from the file's own layer

This Defense Intelligence Reference Document from the Defense Intelligence Agency is dated 2 April 2010 and was produced under the Advanced Aerospace Weapon System Applications (AAWSA) Program. It is one of a series of advanced technology reports from FY 2009. It reviews general relativistic warp drives, the cosmological constant, Casimir energy and extra space dimensions. It proposes that dark energy may come from higher dimensions and that controlling those dimensions could one day make a warp drive possible.

  • p. 2 …in FY 2009 Advanced Aerospace uestions pertaining to , AAWSA Program under the Defense Intelligence Agency, (b…
  • p. 5 …An advanced aerospace platform incorporating warp drive technology would profoundly alter the capacity to explore-and…
  • p. 7 …This work has clear implications for the advancement of warp drive research. This paper is structured…
  • p. 11 …a reasonable assumption at the time because observational astronomy had not advanced to a level that…
  • p. 12 …Theories have reached such an advanced level that the familiar physical images that one appreciates 5…
  • p. 15 …the Einstein-Schrodinger non-symmetric field theory, which is widely regarded as the most advanced unified…
  • p. 19 …will emerge regarding the potential role extra dimensions could play in advanced technologies (which will be…
  • p. 22 …A sufficiently advanced technology with the capacity to directly interact with and manipulate an extra dimension…
  • p. 27 …that a sufficiently advanced technology with the ability to adjust the radius of the extra dimension…
  • p. 29 …As discussed earlier, this is a "worst case" scenario, and the energy requirements could be further…
  • p. 31 …Summary The idea that a sufficiently advanced technology may interact with, and acquire direct control over…
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Table 2. Negative Energy Required for Warp Bubble
(Larger Negative Energy)
Warp Factor, Vw~rr Ewarp (J)
10 .s (= 3 km/s) -3.03 X 1040
10-• (= 30 km/s) -3.03 X IQ--ll
0.01 (= 3,000 km/s) -3.03 X l046
0.5 (= 150,000 km/s) -7.59x 10-+9
I (= light speed) -3.03 x l0~ 0
2 (= 600,000 km/s) -1.21 X l0 51
10 (= 3.0 x l06 km/s) -3.03 x l0~ 2
l00 (= 3.0 x l0 7 km/s) -3.03 X l0~ 4
Assume: R=SOm. cr= IO'm- 1
Lobo and Visser (Reference 12) constructed an improved model of the warp drive
spacetime by applying linearized gravity to the weak-field warp drive case and testing
the energy conditions to first and second orders of l'warp• The fundamental basis of their
model is that it specifically includes a finite mass spaceship that interacts with the warp
bubble. Their results verified that all warp drive spacetimes violate the energy
conditions and will continue to do so for arbitrarily low warp bubble speed. They also
found that the energy condition violations in this class of spacetimes is generic to the
form of the geometry under consideration and is not a side effect of the superluminal
properties. Based on these facts plus Equation (2.3) and Table 2, it appears that for all
conceivable laboratory experiments in which negative energy can be created in minute
amounts, the warp bubble speed will be absurdly low.
Coupling of the finite spaceship mass with the warp bubble leads to the (quite
reasonable) condition that the net total energy stored in the warp bubble be less than
the total rest-energy of the spaceship itself, which places a strong constraint upon the
(dimensionless) speed of the warp bubble (Reference 3):
(2.4)
where Mship and R,hip are the mass and size of the spaceship, respectively, and R is the
radius of the warp bubble. Equation (2.4) indicates that for any reasonable values of
the engineering parameters inside the brackets, Vwarp will be absurdly low. This result is
due to the intrinsic nonlinearity of the general relativistic field equation. To illustrate
this point, the example starship parameters from Table 2 (R = 50 m, A ~ 1/a = 10-3 m)
are inserted into Equation (2.4) and assume M,tnr = 10 6 kg to find that l'warp :;; 1.72 x
10 14 (or 5.16 x 10 6 m/s). Garden snails can crawl faster than this. And if Rand Msllip
3
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